Radial basis function neural network-based nonparametric estimation approach for missing data reconstruction of non-stationary series

Baoming Hong, C.H. Chen
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引用次数: 8

Abstract

In real world, due to various reasons, the data we can acquire is usually incomplete, i.e., a significant number of data can be often missing in a non-stationary time series. Traditional interpolation or estimation methods (e.g., cubic spline) are becoming invalid when the observation interval of the missing data is not small. In this paper we introduced a novel method where a radial basis function (RBF) neural network was particularly designed as an optimal estimator for reconstruction of the missing data, in which several important features of the raw data were chosen as input pattern, and one primary feature was used as the desired output response of the RBF network so as to make it learn enough of the data distribution structure. The experimental simulations on Zooplankton data showed that this method had better performance than other methods such as backpropagation (BP)-based neural network and cubic spline interpolation in the meaning of mean square error and confidence intervals.
基于径向基函数神经网络的非参数估计非平稳序列缺失数据重建方法
在现实世界中,由于各种原因,我们可以获得的数据通常是不完整的,即在非平稳时间序列中经常会丢失大量数据。当缺失数据的观测区间较大时,传统的插值或估计方法(如三次样条法)开始失效。本文介绍了一种新颖的方法,该方法特别设计了径向基函数(RBF)神经网络作为缺失数据重建的最优估计器,该方法选择原始数据的几个重要特征作为输入模式,并使用一个主要特征作为RBF网络的期望输出响应,以使其充分学习数据分布结构。实验结果表明,该方法在均方误差和置信区间的意义上优于BP神经网络和三次样条插值等方法。
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